Top Tweets for #modulararithmetic
The final countdown to making a deposit to have it refereed. #MarkovNumbers #Unicity #ModularArithmetic #3adic #3adicLifting #MarkovNumber #NumberTheory #ModularBinding My work's on @ResearchGate: https://t.co/Sa2XeVd02L
Updated last section, better verbiage #MarkovNumbers #Unicity #ModularArithmetic #NumberTheory available on @ResearchGate: https://t.co/VMnSpo199l
Totally new proof structure, #ModularArithmetic based. Had no idea I'd go this way 24 hours ago, now have it all typed up =). #MarkovNumbers #Unicity 3M(as-br+rs)=2bs-2ar-rr-ss wins the frigging day. See it on @ResearchGate: https://t.co/9noP9VZ4Gz
This is pure math. No wave equation. No physics. The wave equation isn’t modeled…it falls out.
#mathematics #numbertheory #topology #quantummechanics #wavefunction #puremath #modulararithmetic #fixedpoint #research #independentresearch
CGMO3: Nontrivial gcd of a^n+b^n+1 for all n>=1
#NumberTheory #GreatestCommonDivisor #ModularArithmetic #RelativelyPrime #NumberTheoryUnsolved
China Northern Mathematical Olympiad 2014 , Problem 7
#ModularArithmetic #NumberTheoryProposed #NumberTheory
[a^1788] and [a^1988] divisible by 17
#Algebra #Polynomial #ModularArithmetic #NumberTheory #Divisibility #IMOShortlist
![geoclidean's tweet photo. [a^1788] and [a^1988] divisible by 17
#Algebra #Polynomial #ModularArithmetic #NumberTheory #Divisibility #IMOShortlist https://t.co/ioN2TIXOGU](https://pbs.twimg.com/media/HHBJ8nXbAAAAML1.png)
Albanian BMO TST 2009 Question 3
#Function #ModularArithmetic #Euler #NumberTheoryUnsolved #NumberTheory
set of exponents and arithmetical progressions
#ModularArithmetic #Ratio #NumberTheoryUnsolved #NumberTheory
S infinite set of primes, product of k distinct elements
#ModularArithmetic #NumberTheory #PrimeNumbers #CombinatorialNumberTheory #IMO #IMO1994 #Combinatorics
🚀 Solved: Fancy Sequence (@LeetCode Daily)
Store values in transformed form: actual = stored * a + b. Append stores (val - b) * inv(a). addAll/multAll update a,b in O(1).
✔ O(1) per operation
🔥 #Day47/90
#LeetCode #DSA #Design #Math #ModularArithmetic #LazyPropagation
Find the last two digits of:
7²⁰²⁵
Hint: Think about modular arithmetic.
#MathOlympiad #NumberTheory #ModularArithmetic #MathPuzzle #MathChallenge #MathProblem #STEM #MathTwitter #BrainTeaser
Show that the task is impossible if r is divisible by 2 or 3
#Rectangle #Combinatorics #GraphTheory #IMO #IMO1996 #ModularArithmetic #IMOShortlist
All integer solutions of the equation 2x^2 - y^{14} = 1
#ModularArithmetic #NumberTheory #GreatestCommonDivisor #DiophantineEquation #NumberTheoryProposed
Number of points in space bounded from above
#AnalyticGeometry #ModularArithmetic #CombinatoricsUnsolved #Combinatorics #NumberTheory #CombinatorialGeometry
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